A posteriori parameter choice strategy for fast multiscale methods solving ill-posed integral equations. - Xingjun Luo; Fanchun Li; Suhua Yang (Adv. Comput. Math., 2012)

A fast multiscale Galerkin method for the first kind ill-posed integral equations via iterated regularization. - Suhua Yang; Xingjun Luo; Fanchun Li; Guangqing Long (Appl. Math. Comput., 2013)

Fast multi-level iteration methods with compression technique for solving ill-posed integral equations. - Xingjun Luo; Linxiu Fan; Yongchao Wu; Fanchun Li (J. Comput. Appl. Math., 2014)

A unified approach to computing the nearest complex polynomial with a given zero. - Wenyu Hu; Xingjun Luo; Zhongxuan Luo (Theor. Comput. Sci., 2015)

On the Parameter Choice in the Multilevel Augmentation Method. - Suhua Yang; Xingjun Luo; Chunmei Zeng; Zhihai Xu; Wenyu Hu (Comput. Methods Appl. Math., 2020)

Polarimetric Stationarity Omnibus Test (PSOT) for Selecting Persistent Scatterer Candidates with Quad-Polarimetric SAR Datasets. - Xingjun Luo; Changcheng Wang; Peng Shen (Sensors, 2020)

PolInSAR Complex Coherence Nonlocal Estimation Using Shape-Adaptive Patches Matching and Trace-Moment-Based NLRB Estimator. - Peng Shen; Changcheng Wang; Xingjun Luo; Haiqiang Fu; Jianjun Zhu 001 (IEEE Trans. Geosci. Remote. Sens., 2021)

A simplified iteratively regularized projection method for nonlinear ill-posed problems. - Jingyue Huang; Xingjun Luo; Rong Zhang (J. Complex., 2022)

PS-ESD: Persistent Scatterer-Based Enhanced Spectral Diversity Approach for Time-Series Sentinel-1 TOPS Data Co-Registration. - Peng Shen; Changcheng Wang; Chihao Hu; Xingjun Luo (IEEE Geosci. Remote. Sens. Lett., 2022)

On the Discovery of a Roman Fortified Site in Gafsa, Southern Tunisia, Based on High-Resolution X-Band Satellite Radar Data. - Nabil Bachagha; Wenbin Xu; Xingjun Luo; Nicola Masini; Mondher Brahmi; Xinyuan Wang 001; Fatma Souei; Rosa Lasaponora (Remote. Sens., 2022)

A Novel Polarimetric PSI Method Using Trace Moment-Based Statistical Properties and Total Power Interferogram Construction. - Peng Shen; Changcheng Wang; Lijun Lu; Xingjun Luo; Jun Hu 005; Haiqiang Fu; Jianjun Zhu 001 (IEEE Trans. Geosci. Remote. Sens., 2022)

Interferometric phase reconstruction with temporal decorrelation model constraints for time-series InSAR surface deformation monitoring. - Peng Shen; Changcheng Wang; Xingjun Luo; Jun Hu 005; Jie Wan (Int. J. Digit. Earth, 2024)